Thermal noise is passed through an ideal low pass filter having cut off at fc = ω Hz. The auto-correlation value of the noise at the output of the filter is given as-A-a delta function at t = 0B-gaussian over the range ∞ ≤ t ≤ ∞C-sin c function over the range ∞ ≤ t ≤ ∞D-triangular function over the range -C-sin c function over the range ∞ ≤ t ≤ ∞

Question

Thermal noise is passed through an ideal low pass filter having cut off at fc = &omega; Hz. The auto-correlation value of the noise at the output of the filter is given as-A-a delta function at t = 0B-gaussian over the range &infin; &le; t &le; &infin;C-sin c function over the range &infin; &le; t &le; &infin;D-triangular function over the range -C-sin c function over the range &infin; &le; t &le; &infin;

APTITUDE CRACK · Accepted Answer

C sin c function over the range &infin; &le; t &le; &infin; No answer description is available.

Communication Systems - Engineering

Thermal noise is passed through an ideal low pass filter having cut off at f_c = ω Hz. The auto-correlation value of the noise at the output of the filter is given as

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Communication Systems - Engineering

Thermal noise is passed through an ideal low pass filter having cut off at fc = ω Hz. The auto-correlation value of the noise at the output of the filter is given as

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Thermal noise is passed through an ideal low pass filter having cut off at f_c = ω Hz. The auto-correlation value of the noise at the output of the filter is given as

For help Students Orientation
Mcqs Questions